1617-257/Riddle Repository: Difference between revisions
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|Can you find uncountably |
|Can you find uncountably many subsets of <math>\mathbb{N}</math> s.t. for any two of them A and B, (A <math>\subset</math> B) or (B <math>\subset</math> A)? |
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Revision as of 23:35, 28 September 2016
Riddle Repository
A collection of the riddles posed at the beginning of each lecture
Date | Riddle | Solutions, Discussion, etc... |
---|---|---|
Sept 12 | We want to compute .
Prof. A claims , so Prof. B claims , so Smart student says . Why is the derivative the sum of the Prof's solutions? |
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Sept 14 | Can all of be covered by a set of disjoint, non-degenerate, circles? What about ? ? | |
Sept 16 | Can you find uncountably many disjoint subsets of ? | |
Sept 19 | Can uncountably many Y shapes be fit into | |
Sept 21 | On any pair of potatoes, can you draw a pair of 3D congruent curves?
Hint (Hover) |
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Sept 23 | Can you find uncountably many subsets of s.t. the intersection of any two of them is finite? | |
Sept 26 | In how many ways can you place 4 different points in the Euclidean plane, such that there are 2 different distances between all the points? | |
Sept 28 | Can you find uncountably many subsets of s.t. for any two of them A and B, (A B) or (B A)? | |
Sept 30 |